It is not possible; Before a is assigned to, a temporary object will be created as a result of calling operator + (b, c); This operator should return the created instance, that should then be assigned to a; the created instance is always created by b + c.
What is possible though is to define += as a member operator and say:
b += c;
This would modify the value of b without creating extra copies.
Edit: I have reconsidered :)
You definitely can do it, by abstracting operations as lazy evaluation objects.
Here is an example:
class MyClass; // fwd. declaration of your class
struct LazySum
{
LazySum(const MyClass& a, const MyClass& b)
: x(a), y(b) {}
float operator[](int i) { return x[i] + y[i]; }
const MyClass& x;
const MyClass& y;
};
class MyClass
{
public:
MyClass(int N)
{
data_ptr = new float[n = N];
};
int n; // this shouldn't be public
float* dat_ptr; // nor this, but I went with your code
// ... clever operator definition here ...
MyClass& operator=(const LazySum& terms)
{
// ignore case when n != x.n or n != y.n
// because not the point of the example
// (and I'm lazy)
// sum evaluation occurs here
// with no new allocations
for(int i = 0; i < n; ++i)
data_ptr[i] = terms[i];
return *this;
}
};
LazySum operator=(const MyClass& x, const MyClass& y)
{
return LazySum(x, y); // LazySum is a couple of references in size
}
void client_code_using_clever_op()
{
MyClass a(4);
MyClass b(4);
MyClass c(4);
// modify b.data_ptr and c.data_ptr ....
// Use "clever operator"
a = b + c; // actual sum performed when operator = is executed
}
The idea is to store the terms, and perform late evaluation on the terms.
Points of improvement:
inject a functor in the construction of LazySum to make it become LazyOp (the functor would decide what the op is); Implement other binary operators on MyClass in terms of it.
use RAII in MyClass.
when you need to implement lazy evaluation operators on another type (e.g. some MyOtherClass
) consider implementing LazyOp as a template on the terms and functor type.
this does not support more complex expressions without some extra work:
MyClass a(4), b(4), c(4), d(4);
d = (a + b) + c; // error
This example will not work because it would require an operator+(const LazySum&, const MyClass&);
;